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Phyllis Nicolson information


Phyllis Nicolson
Born
Phyllis Lockett

21 September 1917
Macclesfield, England
Died6 October 1968
Sheffield, England
Alma materManchester University
Known forCrank–Nicolson method
Scientific career
FieldsMathematics, Physics
Thesis Three Problems in Theoretical Physics[1]

Phyllis Nicolson (21 September 1917 – 6 October 1968) was a British mathematician and physicist best known for her work on the Crank–Nicolson method together with John Crank.

  1. ^ Phyllis Nicolson at the Mathematics Genealogy Project

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Phyllis Nicolson

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Phyllis Nicolson (21 September 1917 – 6 October 1968) was a British mathematician and physicist best known for her work on the Crank–Nicolson method together...

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Nicolson

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politician, son of Harold Nicolson and Vita Sackville-West Phyllis Nicolson, mathematician William Nicolson, British bishop Nicolson Institute, school on the...

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Finite difference method

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{u_{j+1}^{n}-2u_{j}^{n}+u_{j-1}^{n}}{h^{2}}}\right).} This formula is known as the Crank–Nicolson method. One can obtain u j n + 1 {\displaystyle u_{j}^{n+1}} from solving...

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Von Neumann stability analysis

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described in a 1947 article by British researchers John Crank and Phyllis Nicolson. This method is an example of explicit time integration where the function...

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Dirac delta function

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Numerical integration

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Bernoulli differential equation

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Wronskian

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Dirichlet boundary condition

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Robin boundary condition

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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John Crank

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He is best known for his work with Phyllis Nicolson on the heat equation, which resulted in the Crank–Nicolson method. He was a keen gardener and established...

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Differential equation

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Phase portrait

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Phase space

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Finite volume method

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Homogeneous differential equation

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Partial differential equation

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Peano existence theorem

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Method of characteristics

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Integrating factor

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Perturbation theory

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Linear differential equation

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Boundary value problem

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Cauchy boundary condition

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Stochastic partial differential equation

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Galerkin method

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Augustin-Louis Cauchy George Green Carl David Tolmé Runge Martin Kutta Rudolf Lipschitz Ernst Lindelöf Émile Picard Phyllis Nicolson John Crank v t e...

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Euler method

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calculating the re-entry of astronaut John Glenn from Earth orbit. Crank–Nicolson method Gradient descent similarly uses finite steps, here to find minima...

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